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Two-Dimensional Analysis of Cable Stayed Bridge under Wave Loading

机译:波浪荷载作用下斜拉桥的二维分析

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In the present study finite element analysis is performed for a modified fan type cable-stayed bridge using ANSYS Mechanical. A cable stayed bridge with two towers and main deck is considered for the present study. Dynamic analysis is performed to evaluate natural frequencies. The obtained natural frequencies and mode shapes of cable stayed bridge are compared to the existing results. Further studies have been conducted for offshore area application by increasing the pylon/tower height depending upon the water depth. Natural frequencies and mode shapes are evaluated for the cable stayed bridge for offshore area application. The results indicate that the natural periods are higher than the existing results due to the effect of increase in mass of the structure and decrease in stiffness of the pylon/tower. The cable stayed bridge is analyzed under various environmental loads such as dead, live, vehicle, seismic and wave loading. Morison equation is considered to evaluate the wave force. The sum of inertia and drag force is taken as the wave force distribution along the fluid interacting height of the pylon. Airy's wave theory is used to assess water particle kinematics, for the wave periods ranging from 5 to 20 s and unit wave height. The maximum wave force among the different regular waves is considered in the wave load case. The support reactions, moments and deflections for offshore area application are highlighted. It is observed that the maximum support reactions and support moments are obtained due to wave and earthquake loading respectively. Hence, it is concluded that the wave and earthquake forces shall be given significance in the design of cable stayed bridge.
机译:在本研究中,使用ANSYS Mechanical对改进的扇型斜拉桥进行了有限元分析。本研究考虑具有两塔和主甲板的斜拉桥。进行动态分析以评估固有频率。将获得的斜拉桥固有频率和振型与现有结果进行比较。通过根据水深增加塔/塔的高度,对海上作业进行了进一步的研究。对于离岸应用斜拉桥的固有频率和振型进行了评估。结果表明,由于结构质量增加和塔架/塔架刚度降低的影响,自然周期高于现有结果。斜拉桥在各种环境载荷(例如静载,带电,车辆,地震和波浪载荷)下进行分析。考虑使用莫里森方程来评估波浪力。惯性和阻力的总和被视为沿塔架流体相互作用高度的波浪力分布。艾里的波动理论用于评估水粒子运动学,波动时间范围为5到20 s,单位波高。在波浪载荷的情况下,要考虑不同规则波浪之间的最大波浪力。重点介绍了海上应用的支撑反作用力,力矩和挠度。可以看出,分别由于波浪和地震载荷而获得最大的支撑反作用力和支撑力矩。因此得出结论,在斜拉桥的设计中应重视波浪力和地震力。

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